The equation of state of n moles of an ideal gas is PV=nRT, where R is a constant. The SI unit for R is :

The equation of state for n moles of an ideal gas is PV=nRT, where R is a constant. The SI unit for R is:

The equation of state for n moles of an ideal gas is PV= nRT, where R is a constant. The SI unit for R is

The equation of state for n moles of an ideal gas is PV - nRT, where R is a constant: The S.I. unit for R is a constant. The S.I. unit for R is-

The equation of state for n moles of an idea gas is PV=nRT. Where R is the universal contant. The dimension of R is

In the equation of state of an ideal gas PV =nRT , the value of the universal gas constant is not correct :

In the equation of state of an ideal gas PV =nRT , the value of the universal gas constant is not correct :

The equation of state for 'n' mol of an ideal gas is PV=nRT. In this equation, the respective number of intensive and extensive properties are-

The equation of state of a gas is given as P(V-b)=nRT, where b is constant ,n is the number of moles and R is the universal gas constant .when 2 moles of this gas undergo reversible isothermal expansion from volume V to 2V ,what is work done by the gas ?

In the equation of state of an ideal gas PV = nRT, the value of universal gas constant would depend only on :